
The line joining the points and is divided into four equal parts; find the coordinates of the points of section.
Answer
530.7k+ views
Hint: - Here, we use bisector formulas to find midpoints.
Let and and divides in four equal parts divides in ,so is the midpoint of .
So coordinates of are
Similarly is the midpoint of
So coordinates of are
And now is the midpoint of
So coordinates of are
The points which divide the line in four equal parts are
Note:-Whenever we face such types of questions it is better to denote the coordinate by letter and then bisect the first line and after that bisect that line. Which are made by the bisector of the first line.

Let
So coordinates of
Similarly
So coordinates of
And now
So coordinates of
The points which divide the line in four equal parts are
Note:-Whenever we face such types of questions it is better to denote the coordinate by letter and then bisect the first line and after that bisect that line. Which are made by the bisector of the first line.
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